qiuz 4 ps spring 2014 power system

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Air University Air University Electrical Engg Deptt Electrical Engg Deptt (EE …..) Dr. Fida Marks : 10 Date: 19.02.2014 The per-unit quantity is always dimensionless. (a) True (ans) (b) False Why? Prove with equation: To convert a per-unit impedance from ‘‘old’’ to ‘‘new’’ base values, the equation to be used is [ tick ] (b)= (ans) For balanced three-phase systems, Zbase is given by (a) True (ans) (b) False In the given system the base apparent power is 30kVA and zone-3 the base voltage is 120V. (a) Find the actual impedance value of 20kva transformer and its pu value in the new base system. (b) Find the per unit value of transformer in zone-1 (Fill in the Blanks) Positive-sequence components consist of three phasors with __________ magnitudes, and __________ phase displacement in positive sequence; and zero-sequence components consist of three phasors with __________ magnitudes, and __________ phase displacement. [Matrix equation: Vp = AVs]: The sequence components V 0 , V 1 , and V 2 can be expressed in terms of phase components V a , V b , and V c . V 0 = __________________ V 1 = __________________ V 2 = __________________ In matrix A the value of a=……………… and a 3 ………………………………….. Roll Number = Marks =

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Power system quiz

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ONE-HOUR TEST # 1 : (Date:06-06-06)

Air University

Electrical Engg Deptt (Power System)

Quiz 4(EE ..)

Dr. FidaPage 1 of 1

Time : 10 Min

Marks : 10

Date: 19.02.2014_

The per-unit quantity is always dimensionless. (a) True (ans)

(b) FalseWhy? Prove with equation:

To convert a per-unit impedance from old to new base values, the equation to be used is [ tick ( ] (b)= (ans)

For balanced three-phase systems, Zbase is given by (a) True(ans) (b) False

In the given system the base apparent power is 30kVA and zone-3 the base voltage is 120V. (a) Find the actual impedance value of 20kva transformer and its pu value in the new base system. (b) Find the per unit value of transformer in zone-1

(Fill in the Blanks) Positive-sequence components consist of three phasors with __________ magnitudes, and __________ phase displacement in positive sequence; and zero-sequence components consist of three phasors with __________ magnitudes, and __________ phase displacement.

[Matrix equation: Vp = AVs]: The sequence components V0, V1, and V2 can be expressed in terms of phase components Va, Vb, and Vc. V0 = __________________

V1 = __________________

V2 = __________________

In matrix A the value of a= and a3 ..

Without solving - find the sequence voltages of the given phase values.

Without solving - find the sequence current of the given phase values.Roll Number = section: A / B

Marks =